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This  paper  presents  a  new  multiobjetive  mathematical  model  for  optimization  of  facility  layout  problem  with  unequal areas called UA-FLP with fixed dimensions. One of the objectives is the minimization of the material handling  cost  and  the  other  one  is  the  minimization  of  the  closeness  relationships  according  to  factors  that  are  independents of the flows and costs. The validation of the mathematical model was made with problems found in the literature. The result was that the proposed model represents the unequal area facility layout problem with fixed dimensions optimizing the material handling cost and the closeness relationships for small problems and finding good solutions for bigger problems in 10,000 seconds of computer time.

1.
Moreno AD, Álvarez AA, Noble VM, López JM. Multiobjective optimization of facility layout problem: A new mathematical model. inycomp [Internet]. 2014 Dec. 27 [cited 2024 Nov. 5];16(2):247-6. Available from: https://revistaingenieria.univalle.edu.co/index.php/ingenieria_y_competitividad/article/view/3700